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Astrological Aspects and Transits

Learn about astrological aspects, angles, and how planetary transits work

6 Questions Published
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Questions

Question 1 Multiple Choice (Single Answer)

What is the mathematical basis for astrological transits?

  1. The movement of celestial bodies through the zodiac
  2. The angles between celestial bodies
  3. The aspects between celestial bodies
  4. All of the above
Question 2 Multiple Choice (Single Answer)

What is the zodiac?

  1. A belt of 12 constellations through which the sun, moon, and planets appear to move
  2. A circle of 360 degrees divided into 12 equal parts
  3. A system of 12 signs, each representing a different aspect of life
  4. All of the above
Question 3 Multiple Choice (Single Answer)

What is a conjunction?

  1. When two celestial bodies are in the same sign and degree
  2. When two celestial bodies are in opposite signs and degrees
  3. When two celestial bodies are in a 90-degree angle to each other
  4. When two celestial bodies are in a 120-degree angle to each other
Question 4 Multiple Choice (Single Answer)

What is an opposition?

  1. When two celestial bodies are in the same sign and degree
  2. When two celestial bodies are in opposite signs and degrees
  3. When two celestial bodies are in a 90-degree angle to each other
  4. When two celestial bodies are in a 120-degree angle to each other
Question 5 Multiple Choice (Single Answer)

What is a square?

  1. When two celestial bodies are in the same sign and degree
  2. When two celestial bodies are in opposite signs and degrees
  3. When two celestial bodies are in a 90-degree angle to each other
  4. When two celestial bodies are in a 120-degree angle to each other
Question 6 Multiple Choice (Single Answer)

What is a trine?

  1. When two celestial bodies are in the same sign and degree
  2. When two celestial bodies are in opposite signs and degrees
  3. When two celestial bodies are in a 90-degree angle to each other
  4. When two celestial bodies are in a 120-degree angle to each other
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